sci.logic

Thread Index

Re: Why is ZF not finitely axiomatizable?
- From: Aatu Koskensilta
Re: Why is ZF not finitely axiomatizable?
- From: Aatu Koskensilta
Re: Why is ZF not finitely axiomatizable?
- From: Aatu Koskensilta
Re: For All x
- From: apoorv
Re: Why is ZF not finitely axiomatizable?
- From: Daryl McCullough
Re: Why is ZF not finitely axiomatizable?
- From: Aatu Koskensilta
Re: Why is ZF not finitely axiomatizable?
- From: herbzet
Re: practical application of Godel's Incompleteness Theorem
- From: Nam Nguyen
Re: consistency of Zermelo set theory
- From: stefanbanev@xxxxxxxxx
Re: what's not in "elementary" Euclidean geometry?
- From: Ben Crowell
Re: consistency of Zermelo set theory
- From: Fjodor
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- From: cartermath3
Re: consistency of Zermelo set theory
- From: stefanbanev@xxxxxxxxx
Re: consistency of Zermelo set theory
- From: MoeBlee
consistency of Zermelo set theory
- From: stefanbanev@xxxxxxxxx
Re: well, anyone's writing a thesis paper now?
- From: John Jones
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: greeneg
Re: Why is ZF not finitely axiomatizable?
- From: greeneg
well, anyone's writing a thesis paper now?
- From: goodpie
Re: Why is ZF not finitely axiomatizable?
- From: Fjodor
Re: Closed unbounded subset of ordinals
- From: David C . Ullrich
Re: what's not in "elementary" Euclidean geometry?
- From: Alan Smaill
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- From: fgfgfgffffffffffff
Re: 2nd order replacement and non-standard models of ZF?
- From: Aatu Koskensilta
Re: Why is ZF not finitely axiomatizable?
- From: Aatu Koskensilta
Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: Why is ZF not finitely axiomatizable?
- From: Aatu Koskensilta
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
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Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: Fjodor
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Why is ZF not finitely axiomatizable?
- From: hurburble
Re: what's not in "elementary" Euclidean geometry?
- From: Ken Pledger
Re: what's not in "elementary" Euclidean geometry?
- From: Mitch Harris
Re: Why is ZF not finitely axiomatizable?
- From: Fjodor
Re: Usual axioms of set theory and the arguments of consistency
- From: Jesse F. Hughes
Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: Usual axioms of set theory and the arguments of consistency
- From: Chris Menzel
Re: Closed unbounded subset of ordinals
- From: Dave L. Renfro
Re: 2nd order replacement and non-standard models of ZF?
- From: hurburble
Re: Closed unbounded subset of ordinals
- From: Dave L. Renfro
Why is ZF not finitely axiomatizable?
- From: hurburble
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: what's not in "elementary" Euclidean geometry?
- From: Jan Burse
Karl Popper and His Solution in Logic
- From: eaglesondouglas
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- From: AWESOME-proprietar
Re: Closed unbounded subset of ordinals
- From: William Elliot
Re: Usual axioms of set theory and the arguments of consistency
- From: Jesse F. Hughes
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- From: eaglesondouglas
Re: Closed unbounded subset of ordinals
- From: William Elliot
Re: Closed unbounded subset of ordinals
- From: David C . Ullrich
Re: Closed unbounded subset of ordinals
- From: LordBeotian
Re: Usual axioms of set theory and the arguments of consistency
- From: Chris Menzel
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: Usual axioms of set theory and the arguments of consistency
- From: Chris Menzel
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: Closed unbounded subset of ordinals
- From: Dave L. Renfro
Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Closed unbounded subset of ordinals
- From: LordBeotian
Solution manual to Engineering Mechanics, Dynamics 6th edition, By J. L. Meriam, L. G. Kraige
- From: hotsolution
Re: Practical logical axioms and inference rules for AST
- From: malcobe
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Re: Possible Worlds Question
- From: oylum
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Re: Practical logical axioms and inference rules for AST
- From: malcobe
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- From: mtshkpn
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- From: haveordersoon
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: Practical logical axioms and inference rules for AST
- From: herbzet
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Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: davecullen
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: what's not in "elementary" Euclidean geometry?
- From: Ken Pledger
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: Usual axioms of set theory and the arguments of consistency
- From: ross . finlayson
Re: Laws of Thought, p.52 error?
- From: Tim Peters
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Laws of Thought, p.52 error?
- From: Tegiri Nenashi
Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
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Re: Practical logical axioms and inference rules for AST
- From: greeneg
Re: Practical logical axioms and inference rules for AST
- From: greeneg
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- From: hotsolution
Re: Practical logical axioms and inference rules for AST
- From: malcobe
Re: Usual axioms of set theory and the arguments of consistency
- From: omar . hosseiny
Re: Philosophy of logic and mathematics
- From: herbzet
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: herbzet
what's not in "elementary" Euclidean geometry?
- From: Ben Crowell
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: davecullen
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Re: Question regarding schemas, tautologies, and instances.
- From: MoeBlee
Re: practical application of Godel's Incompleteness Theorem
- From: MoeBlee
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Jesse F. Hughes
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Alan Smaill
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: David C . Ullrich
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: David C . Ullrich
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- From: havefishnoon
Re: practical application of Godel's Incompleteness Theorem
- From: Nam Nguyen
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
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- From: reasterly
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- From: sr
Re: Practical logical axioms and inference rules for AST
- From: malcobe
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: David C . Ullrich
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: David C . Ullrich
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: David C . Ullrich
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- From: mytiffanycity001@xxxxxxxxx
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Jesse F. Hughes
Eliminativism as an example of modes of non-existence and privilege.
- From: John Jones
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: greeneg
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: greeneg
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: greeneg
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: greeneg
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Herbert Newman
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: David C . Ullrich
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Alan Smaill
Re: "Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: Aatu Koskensilta
"Set Theory: Constructive and Intuitionistic ZF" on SEP
- From: LudovicoVan
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Re: Question regarding schemas, tautologies, and instances.
- From: Aatu Koskensilta
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Re: Question regarding schemas, tautologies, and instances.
- From: greeneg
Re: Question regarding schemas, tautologies, and instances.
- From: Herbert Newman
Re: Question regarding schemas, tautologies, and instances.
- From: greeneg
Re: Question regarding schemas, tautologies, and instances.
- From: Herbert Newman
Re: Question regarding schemas, tautologies, and instances.
- From: Jan Burse
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Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
Re: Question regarding schemas, tautologies, and instances.
- From: ToaTerra
Re: Question regarding schemas, tautologies, and instances.
- From: Jan Burse
Q on Rogers' Theory of Recursive Functions...
- From: Frederick Williams
Re: Question regarding schemas, tautologies, and instances.
- From: Dan Christensen
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Re: Question regarding schemas, tautologies, and instances.
- From: MoeBlee
Re: Question regarding schemas, tautologies, and instances.
- From: george
Re: Question regarding schemas, tautologies, and instances.
- From: george
Re: Question regarding schemas, tautologies, and instances.
- From: MoeBlee
Question regarding schemas, tautologies, and instances.
- From: Scott
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Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: Usual axioms of set theory and the arguments of consistency
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Re: Practical logical axioms and inference rules for AST
- From: herbzet
Re: Practical logical axioms and inference rules for AST
- From: Aatu Koskensilta
Re: Hard to prove V over & distributivity in formal propositional calculus?
- From: Ken Pledger
Re: Usual axioms of set theory and the arguments of consistency
- From: MoeBlee
Re: Practical logical axioms and inference rules for AST
- From: george
Re: Practical logical axioms and inference rules for AST
- From: Frederick Williams
Re: Practical logical axioms and inference rules for AST
- From: Frederick Williams
Re: Possible Worlds Question
- From: Chris Menzel
Re: Practical logical axioms and inference rules for AST
- From: MoeBlee
Re: Practical logical axioms and inference rules for AST
- From: MoeBlee
Re: practical application of Godel's Incompleteness Theorem
- From: MoeBlee
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Hard to prove V over & distributivity in formal propositional calculus?
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Re: solving for natural log
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Re: Usual axioms of set theory and the arguments of consistency
- From: David C . Ullrich
Re: solving for natural log
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Re: Possible Worlds Question
- From: John Jones
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Re: what follows from denying an axiom
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Re: Possible Worlds Question
- From: Aatu Koskensilta
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- From: oylum
Re: Usual axioms of set theory and the arguments of consistency
- From: Frederick Williams
Re: Usual axioms of set theory and the arguments of consistency
- From: omar . hosseiny
Re: Usual axioms of set theory and the arguments of consistency
- From: David C . Ullrich
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Re: Inconsistency of the usual axioms of set theory
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Re: Inconsistency of the usual axioms of set theory
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Usual axioms of set theory and the arguments of consistency
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Re: practical application of Godel's Incompleteness Theorem
- From: Nam Nguyen
Re: Practical logical axioms and inference rules for AST
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Re: solving for natural log
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- From: ross . finlayson
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: For All x
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: For All x
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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Re: practical application of Godel's Incompleteness Theorem
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Re: practical application of Godel's Incompleteness Theorem
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Re: practical application of Godel's Incompleteness Theorem
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Re: Practical logical axioms and inference rules for AST
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Re: Practical logical axioms and inference rules for AST
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